A measuring rod is a tool used to physically measure lengths and survey areas of various sizes. Most measuring rods are round or square sectioned; however, they can also be flat boards. Some have markings at regular intervals. It is likely that the measuring rod was used before the line, chain or steel tapes used in modern measurement.
The oldest preserved measuring rod is a copper-alloy bar which was found by the German Assyriologist Eckhard Unger while excavating at Nippur (pictured below). The bar dates from c. 2650 BC. and Unger claimed it was used as a measurement standard. This irregularly formed and irregularly marked graduated rule supposedly defined the Sumerian cubit as about 518.5 mm or 20.4 inches, although this does not agree with other evidence from the statues of Gudea from the same region, five centuries later.
Rulers made from ivory were in use by the Indus Valley Civilization in what today is Pakistan, and in some parts of Western India prior to 1500 BCE. Excavations at Lothal dating to 2400 BCE have yielded one such ruler calibrated to about 1/16 of an inch—less than 2 millimeters. Ian Whitelaw (2007) holds that 'The Mohenjo-Daro ruler is divided into units corresponding to 1.32 inches (33.5 mm) and these are marked out in decimal subdivisions with remarkable accuracy—to within 0.005 of an inch. Ancient bricks found throughout the region have dimensions that correspond to these units.'. The sum total of ten graduations from Lothal is approximate to the angula in the Arthashastra.
Ancient East AsiaEdit
Measuring rods for different purposes and sizes (construction, tailoring and land survey) have been found from China and elsewhere dating to the early 2nd millennium B.C.E.
Cubit-rods of wood or stone were used in Ancient Egypt. Fourteen of these were described and compared by Lepsius in 1865. Flinders Petrie reported on a rod that shows a length of 520.5 mm, a few millimetres less than the Egyptian cubit. A slate measuring rod was also found, divided into fractions of a Royal Cubit and dating to the time of Akhenaten.
Further cubit rods have been found in the tombs of officials. Two examples are known from the tomb of Maya—the treasurer of the 18th dynasty pharaoh Tutankhamun—in Saqqara. Another was found in the tomb of Kha (TT8) in Thebes. These cubits are ca 52.5 cm long and are divided into seven palms, each palm is divided into four fingers and the fingers are further subdivided. Another wooden cubit rod was found in Theban tomb TT40 (Huy) bearing the throne name of Tutankhamun (Nebkheperure).
An oak rod from the Iron Age fortified settlement at Borre Fen in Denmark measured 53.15 inches (135.0 cm), with marks dividing it up into eight parts of 6.64 inches (16.9 cm), corresponding quite closely to half a Doric Pous (a Greek foot). A hazel measuring rod recovered from a Bronze Age burial mound in Borum Eshøj, East Jutland by P. V. Glob in 1875 measured 30.9 inches (78 cm) corresponding remarkably well to the traditional Danish foot. The megalithic structures of Great Britain has been hypothesized to have been built by a "Megalithic Yard", though some authorities believe these structures have been measured out by pacing. Several tentative Bronze age bone fragments have been suggested as being parts of a measuring rod for this hypothetical measurement.
Large public works and imperial expansion, particularly the large network of Roman roads and the many milecastles, made the measuring rod an indispensable part of both the military and civilian aspects of Roman life. Republican Rome used several measures, including the various Greek feet measurements and the Oscan foot of 23,7 cm. Standardisation was introduced by Agrippa in 29 BC, replacing all previous measurements by a Roman foot of 29.6 cm, which became the foot of Imperial Rome.
The Roman measuring rod was 10 Roman feet long, and hence called a decempeda, Latin for ‘ten feet’. It was usually of square section capped at both ends by a metal shoe, and painted in alternating colours. Together with the groma and Dioptra the decempeda formed the basic kit for the Roman surveyors. The measuring rod is frequently found depicted in Roman art showing the surveyors at work. A shorter folding yardstick one Roman foot long is known from excavations of a Roman fort in Niederburg, Germany.
In the Middle Ages, bars were used as standards of length when surveying land. These bars often used a unit of measure called a rod, of length equal to 5.5 yards, 5.0292 metres, 16.5 feet, or 1⁄320 of a statute mile. A rod is the same length as a perch or a pole. In Old English, the term lug is also used. The length is equal to the standardized length of the ox goad used for teams of eight oxen by medieval English ploughmen. The lengths of the perch (one rod unit) and chain (four rods) were standardized in 1607 by Edmund Gunter.  The rod unit was still in use as a common unit of measurement in the mid-19th century, when Henry David Thoreau used it frequently when describing distances in his work Walden.
The Tablet of Shamash recovered from the ancient Babylonian city of Sippar and dated to the 9th century BC shows Shamash, the Sun God awarding the measuring rod and coiled rope to newly trained surveyors.
The myth of Inanna's descent to the nether world describes how the goddess dresses and prepares herself:
Lachesis in Greek mythology was one of the three Moirai (or Fates) and "allotter" (or drawer of lots). She measured the thread of life allotted to each person with her measuring rod. Her Roman equivalent was Decima (the 'Tenth').
Varuna in the Rigveda, is described as using the Sun as a measuring rod to lay out space in a creation myth. W. R. Lethaby has commented on how the measurers were seen as solar deities and noted how Vishnu "measured the regions of the Earth".
Measuring rods or reeds are mentioned many times in the Bible.
In visions of God he took me to the land of Israel and set me on a very high mountain, on whose south side were some buildings that looked like a city. He took me there, and I saw a man whose appearance was like bronze; he was standing in the gateway with a linen cord and a measuring rod in his hand.
Another example is Revelation 11:1:
I was given a reed like a measuring rod and was told, "Go and measure the temple of God and the altar, and count the worshipers there".
And the wall of the city had twelve foundation stones, and on them were the twelve names of the twelve apostles of the Lamb. The one who spoke with me had a gold measuring rod to measure the city, and its gates and its wall.
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- Whitelaw, page 14
- Whitelaw, page 15
- S. R. Rao (1985). Lothal. Archaeological Survey of India. pp. 39–40.
- Gang Zhao (1986). Man and land in Chinese history: an economic analysis, p. 65. Stanford University Press. pp. 65–. ISBN 978-0-8047-1271-2. Retrieved 8 April 2011.
- Lepsius, Richard (1865). Die altaegyptische Elle und ihre Eintheilung (in German). Berlin: Dümmler.
- Acta praehistorica et archaeologica. B.Hessling. 1976. Retrieved 6 April 2011.
- Broadman & Holman Publishers (15 September 2006). Holman Illustrated Study Bible-HCSB. B&H Publishing Group. pp. 1413–. ISBN 978-1-58640-275-4. Retrieved 8 April 2011.
- Marshall Clagett, Ancient Egyptian Science, A Source Book. Volume Three: Ancient Egyptian Mathematics, American Philosophical Society, 1999
- Frances Welsh (4 March 2008). Tutankhamun's Egypt. Osprey Publishing. pp. 7–. ISBN 978-0-7478-0665-3. Retrieved 19 April 2011.
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- Tauber, H. (1964): Copenhagen radiocarbon dates VI, Radiocarbon no. 6, pp 215-25.
- Boye, V. (1896): Fund av Egekister fra Bronzealderen i Danmark. Et monografisk Bidrag til Belysning af Bronzealderens Kultur. Kopenhagen.
- Margaret Ponting (13 February 2003). "Megalithic Callanish". In Clive Ruggles (ed.). Records in Stone: Papers in Memory of Alexander Thom. Cambridge University Press. pp. 423–441. ISBN 978-0-521-53130-6. Retrieved 22 April 2011.
- Heggie, Douglas C. (1981). Megalithic Science: Ancient Mathematics and Astronomy in North-west Europe. Thames and Hudson. p. 58. ISBN 0-500-05036-8.
- David George Kendall; F. R. Hodson; Royal Society (Great Britain); British Academy (1974). The Place of astronomy in the ancient world: a joint symposium of the Royal Society and the British Academy, Hunting Quanta, p. 258. Oxford University Press for the British Academy. Retrieved 22 April 2011.
- Klein, H.A. (1976): The World of Measurements. Simon and Schuster
- Soren, D. & Soren, N. (1999): A Roman villa and a late Roman infant cemetery : excavation at Poggio Gramignano, Lugnano in Teverina. Bibliotheca archaeologica (Rome, Italy), no. 23. L'Erma di Bretschneider, Rome p 184 from Google books
- Shuttleworth, M. "Building Roman roads". Experiment-resources.com. Retrieved 2 May 2011.
- Main Limes Museum: Measuring rod
- Charles Blaney Breed; George Leonard Hosmer (1977). The principles and practice of surveying. Wiley. Retrieved 24 April 2011.
- Rowlett, Russ (25 April 2002). "rod (rd) ". How Many? A Dictionary of Units of Measurement. University of North Carolina at Chapel Hill. Retrieved 1 November 2010.
- Bonten, JHM (19 January 2007). "Anglo-Saxon and Biblical to Metrics Conversions". Surveyor + Chain + British-Nautical. Retrieved 1 November 2010.
- Rowlett, Russ (15 December 2008). "lug". How Many? A Dictionary of Units of Measurement. University of North Carolina at Chapel Hill. Archived from the original on 16 October 2013. Retrieved 1 November 2010.
- "Rod, unit of measure". UnitConversion.org. UnitConversion.org. Retrieved 1 November 2010.
- Judith Resnik, Dennis Curtis, Representing Justice: Invention, Controversy, and Rights in City-States and Democratic Courtrooms, Yale University Press, 2011
- Donald Preziosi (1983). Minoan architectural design: formation and signification, p. 498. Mouton. ISBN 978-90-279-3409-3. Retrieved 20 April 2011.
- Dominique Collon (1975). The seal impressions from Tell Atchana/Alalakh. Butzon & Bercker. ISBN 978-3-7887-0469-8. Retrieved 22 April 2011.
- The British Museum - Tablet of Shamash
- William Rainey Harper; Ernest De Witt Burton; Shailer Mathews (1905). The Biblical world p. 120. University of Chicago Press. Retrieved 7 April 2011.
- Amélie Kuhrt (1995). The ancient Near East, c. 3000-330 BC. Routledge. pp. 111–. ISBN 978-0-415-16763-5. Retrieved 8 April 2011.
- Lucinda Dirven (1999). The Palmyrenes of Dura-Europos: a study of religious interaction in Roman Syria p. 329. BRILL. pp. 329–. ISBN 978-90-04-11589-7. Retrieved 8 April 2011.
- Johann Joachim Eschenburg (1836). Manual of classical literature. Key and Biddle. pp. 343–. Retrieved 22 April 2011.
- Maarten Jozef Vermaseren; International Association for the History of Religions. Dutch Section (1979). Studies in Hellenistic religions. Brill Archive. pp. 199–. ISBN 978-90-04-05885-9. Retrieved 22 April 2011.
- Jeremy Black, Anthony Green, Gods, Demons and Symbols of Ancient Mesopotamia, Rod and Ring, p 156.
- cf. Inana's descent to the nether world line 25. The Sumerian has: gi-diš-nindan eš2-gana2 za-gin3 šu ba-ni-in-du8 i.e. taken literally the rod would have the length of one nindan (6 cubit = 5.94m) and the eš2-gana2 the surveyor's line - would be ten nindan in length.
- Robert Graves (1957). The Greek myths, p. 30. G. Braziller. Retrieved 24 April 2011.
- Rig Veda, Book 5, Hymn 85, Verse 5 tr. by Ralph T.H. Griffith, , at sacred-texts.com
- Edward Washburn Hopkins (10 January 2007). The Religions of India. Echo Library. pp. 52–. ISBN 978-1-4068-1329-6. Retrieved 24 April 2011.
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- Foundation Publication Inc (1 March 1997). New American Standard Bible. Foundation Publications, publisher for the Lockman Foundation. Retrieved 8 April 2011.